The base case is easy enough, just do a find-and-replace pass.
Start by clarifying the problem constraints (e.g., can placeholders appear anywhere, are values always strings, what should happen on missing keys or cycles). Then propose a recursive expansion with memoization and cycle detection, discussing trade-offs between eager vs lazy expansion and error handling strategies.
Pro tip: Mention that you would treat this as a graph traversal problem and use DFS with a 'visiting' set to detect cycles, and that you'd cache expanded results to avoid redundant work—this shows you think about both correctness and efficiency.
Ask about placeholder syntax, whether values can be non-strings, expected behavior for missing keys (error, leave as-is, empty string), and whether cycles should raise an error or be handled gracefully.
Treat each key as a node and each placeholder reference as a directed edge. This helps reason about cycles and topological order for expansion.
Use DFS to expand each key, maintaining a 'visiting' set to detect cycles and a memo dictionary to cache fully expanded values. On cycle, either raise an error or return a placeholder.
Decide on a policy for missing keys (e.g., raise KeyError, leave placeholder, or replace with empty string) and implement string substitution accordingly, ensuring nested expansions are resolved.
Explain time complexity O(N + E) where N is number of keys and E is number of references, and space O(N) for memoization. Discuss trade-offs between eager vs lazy expansion and error handling strategies.
AI-generated suggestions, not part of the candidate's original notes. May be inaccurate — verify before relying on them.